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Pedagogický pracovník
Oddelenie:
Oddelenie matematiky (OM)
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NB 628
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Vybrané publikácie

Článok v časopise

  1. Z. Ontkovičová – V. Torra: Computation of Choquet integrals: Analytical approach for continuous functions. Information Sciences, zv. 679, str. 121105, 2024.
  2. Z. Ontkovičová – J. Kiseľák: A way to proper generalization of Φ-divergence based on Choquet derivatives. Soft Computing, č. 21, zv. 26, str. 11295–11314, 2022.
  3. Z. Ontkovičová – J. Kiseľák – O. Hutník: On quadruplets of nonadditive integrals. Fuzzy Sets and Systems, zv. 451, str. 297–319, 2022.
  4. Z. Ontkovičová: Entropy concept: A mathematical revision. Geyser Mathematicae Cassoviensis, str. 44–52, 2019.

Príspevok na konferencii

  1. Z. Ontkovičová: Differential entropy in the context of fuzzy measures. V Book of Abstracts of The Seventeenth International Conference on Fuzzy Set Theory and Applications, str. 71–72, 2024.
  2. Z. Ontkovičová – Y. Narukawa – K. Fujimoto – V. Torra: The Past and Future of Fuzzy Measures and Fuzzy Integrals. V Modeling Decisions for Artificial Intelligence, Springer Nature Switzerland, str. 3–7, 2024.
  3. Z. Ontkovičová: Fuzzy approach to differential entropy. V Proceedings of the 20th International Conference on Modeling Decisions for Artificial Intelligence, str. 156–167, 2023.
  4. Z. Ontkovičová: Risk measures from the point of view of Choquet integral quadruplet. V Uncertainty Modelling 2022, Book of abstracts, str. 16–16, 2022.
  5. Z. Ontkovičová – J. Kiseľák: Choquet-Radon-Nikodym derivatives and their use in fuzzy phi-divergence. V Book of Abstracts of The Sixteenth International Conference on Fuzzy Set Theory and Applications, University of Ostrava, str. 68–68, 2022.
  6. Z. Ontkovičová – J. Kiseľák: Expectation quadruplet based on fuzzy integrals. V IFSA-EUSFLAT 2021, str. 75–75, 2021.
  7. Z. Ontkovičová: Choquet-like approach to non-additive entropy and f-divergence. V Abstracts of the Fifteenth International Conference on Fuzzy Set Theory and Applications, str. 69–69, 2020.
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